The aim of the present study was the histological evaluation of Enamel Matrix Derivative (EMD) effectiveness for regeneration of periodontal DEFECTs. EMD activates cementum synthesis, PDL and bone during the maturation stage of follicole. In this research, EMD was used in surgical DEFECTs of premolar teeth in four adult sheep. Muccoperiosteal flap was reflected in buccal site of teeth. The buccal bone plate was removed from mesial to distal in 4 mm depth. After eliminating the cementum by bur and its etching, EMD was applied on exposed dentine and flap was sutured. In opposite sites of those teeth (control sites) the same process was performed without etching. After 100 days, sheep were sacrificed and histological study through light microscopic was performed on black sections of operation sites. The results showed that in test sites, regeneration of cementum and bone was 62/5% and 42/5-50% respectively. But in control sites regeneration of cementum and bone was 37.5% and 32/5-42/5% respectively. Also the migration of junctional epithelium in control sites was 8-10% more than test sites. The important point is that in test sites, cementum was completely attached to undermining dentine. But, in control sites, the gap between cementum and dentine was visible. As a result, this study suggests that EMD promotes periodontal regeneration, and EMD application is a successful achievement in regenerative periodontal therapy.

In this article, we consider PAIR frames in Banach spaces and introduce Banach PAIR frames. Some various concepts in the frame theory such as frames, Schauder frames, Banach frames and atomic decompositions are considered as special kinds of (Banach) PAIR frames. Some frame-like inequalities for (Banach) PAIR frames are presented. The elements that participant in the construction of (Banach) PAIR frames are characterized. It is shown that a Banach space X has a Banach PAIR frame with respect to a Banach scalar sequence space `, when it is precisely isomorphic to a complemented subspace of `. It is shown that if we are allowed to choose the scalar sequence space, PAIR frames and Banach PAIR frames with respect to the chosen scalar sequence space denote the same concept.

Statement of Problem: The goal of bone regenerative therapy is to reconstruct the damaged tissues to initial condition, which seems so important in periodontology and implantology. In such therapies, different biomaterials, with some advantages and disadvantages, may by use.Purpose: The aim of this research was to evaluate the quality, bone trabecular density and thickness of newly forming bone as well as foreign body reaction against Biostite®, in comparison with the control group.Material and Methods: In this experimental study the total number of 5 sheep was operated with general anesthesia. At first 10 standard DEFECTs were created in 5x5x5 mm on the left and right edentulous mandibular ridge. Five DEFECTs were randomly treated by Biostite®, the remaining five were considered as controls. After six months, the sheep were sacrificed and the separated DEFECT areas with intact margin were placed in 10% formalin and prepared for histologic and histomorphometric study. To analyze the data, Mann- Whitney U test was used.Results: The mean percentage of new bone formation in Biostite®group was statistically more han the control group (P<0.05). Newly formed bone was vital in both groups which was a combination of lamellar and woven types, however, the thickness and density of new bone in biostite® group was more than the controls. Foreign body reaction was observed in Biostite® group. Conclusion: It is suggested that Biostite® synthetic material can be useful in bone regenerative therapies.

By employing the theoretical method based on tight-binding, we study electronic band structure of single-wall carbon nanotube (CNT) superlattices, which the system is the made of the junction between the zigzag and armchair carbon nanotubes. Exactly at the place of connection, it is appeared the pentagon–heptagon PAIRs as topological DEFECT in carbon hexagonal network. The calculations are based on the tight binding model in the nearest-neighbor approximation. We seek to describe electronic band structure in the presence of the PENTAGON-HEPTAGON PAIRs. Our calculation show that the pentagon–heptagon PAIRs DEFECT in the nanotube structures is not only responsible for a change in a nanotube diameter, but also governs the electronic behaviour around Fermi level. Also, we obtain the Fermi energy of the system via integration of the density of states and matching it to the number of electron in the unit cell. The numerical results may be useful to design of electronic devices based on CNTs.

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Purpose: To evaluate 10 cases of corneal epithelial DEFECT who were treated with cyanoacrylate glue temporary tarsorrhaphy.Materials & Methods: We used cyanoacrylate glue (razi supper glue) tarsocilliorraphy for the management of patients with corneal persistent epithelial DEFECTs (PED) with several etiologies who did not respond to other commercial treatments such as lubricants, artificial tears and patching. The cyanoacrylate glue was placed on the lateral one third of anterior lamella of lid margin and base of the cilia after preparastion with povidone iodine 5%, patients underwent a 14 days follow up for epithelial DEFECT and tarsocilliorraphy prospectively.Results: 10 patients (8 males, 2 females) aged 52.1 (range: 12-81) years were evaluated prospectively after cyanoacrylate glue tarsocilliorraphy. Tarsocilliorraphy maintained 12.1 (range: 4-20) days and the mean period of epithelial DEFECT healing was 11.2 (range: 3-20) days.Conclusion: We concluded the cyanoacrylate glue tarsocilliorraphy is an effective and safe method for the treatment of corneal persistent epithelial DEFECT (PED) due to neurotrophic ulcer, exposure keratopathy and any epithelial DEFECTs not responded to commercial treatment.

In this paper we investigate the PAIR difference cordial labelingbehaviour of diamond ladder graph,lattitude ladder, octopus graph,pagodagraph, planter graph and semi jahangir graph. Prime labeling behaviour of plantergraph, duplication of planter graph, fusion of planter graph,switching of plantergraph, joining of two copies of planter graph were studied by A.Edward samueland S.Kalaivani[4]. Dafik, Riniatul Nur Wahidah hve been examined the RainbowAntimagic coloring of special graphs like volcano, sandat graph, sunflower,octpus,semijahangir [3]. Prihandini,R M., at.el have been studied the elegant labeling ofshackle graphs and diamond ladder graphs [16]. Classical meanness of some graphssuch as one-side step graph,double-sided step graph,grid,slanding ladder,diamondladder,lattitude ladder was studied by Alanazi et. al [1]. In [17] Yeni Susanti et.al studied the edge odd geaceful labeling behaviour of prism, antiprism, cartesianproduct graphs. The notion of PAIR diference cordial labeling of a graph was introduced in [7].

In this paper, we introduce nilpotent and solvable PAIR of polygroups. By a PAIR of polygroups (P, N), we mean a polygroup P with a normal sub-polygroup N of P. In addition, we obtain a necessary and su cient condition between nilpotency (solvability) of PAIR of polygroups and PAIR of groups. In particular, we extend the theory of groups to a PAIR of polygroups. Finally, we study the relationship between nilpotent and solvable PAIR of poly-groups.